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On the equivalence between complementarity systems, projected systems and differential inclusions

机译:关于互补系统,投影系统和微分包含之间的等价关系

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摘要

In this note, we prove the equivalence, under appropriate conditions, between several dynamical formalisms: projected dynamical systems, two types of differential inclusions, and a class of complementarity dynamical systems. Each of these dynamical systems can also be considered as a hybrid dynamical system. This work both generalizes previous results and sheds some new light on the relationship between known formalisms; besides, it exclusively uses tools from convex analysis. (c) 2005 Elsevier B.V. All rights reserved.
机译:在本说明中,我们证明了在适当条件下几种动力学形式主义之间的等效性:投影动力学系统,两种类型的微分包含物和一类互补动力学系统。这些动力系统中的每一个也可以被认为是混合动力系统。这项工作既概括了以前的结果,又为已知形式主义之间的关系提供了新的启示。此外,它仅使用凸分析的工具。 (c)2005 Elsevier B.V.保留所有权利。

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